The correct stability order of the following resonance structrue is :
`H_2 C = overset (+)(N) = overline(N) `
`H_2 overset (+)C = (N) = overline(N) `
`H_2overline( C) - overset (+) (N) -= N`
`H_2overline( C) - overset (+) (N) -= N`.

The correct stability order of the following resonance structure is : (I) H_(2)C= overset( +)(N) =overset( -)(N) (II) H_(2)overset( +)(C )-N = overset( -)(N) (III) H_(2)overset( -)(C ) - overset( +)(N) = N (IV) H_(2)overset( - ) (C ) -N = overset( +)(N )

The correct stability order of the following resonance structures is (I)H_(2)C = overset(+)N = overset(-)N" "(II)H_(2)overset(+)C - N = overset(-)N (III)H_(2)overset(-)C - overset(+)N = N" "(IV)H_(2)overset(-)C - N = overset(+)N

The correct order of stabilities of the following resonance structures is : (I) H_2 C = overset (oplus) N = overset (Ө) N (II) H_2 overset (oplus) C - N = overset (Ө) N (III) H_2 overset (Ө) C - overset (oplus) N -= N (IV) H_2 overset (Ө) C - N = overset (oplus) N .

Give the stability of the following resonance structures (a) H_(2)C = overset(o+)N =overset(Θ)C (b) H_(2)overset(o+)C -N =overset(Θ)N (c ) H_(2)overset(Θ)C -overset(o+)N -= N (d) H_(2) overset(Θ)C - N = overset(o+)N .

Give the stability of the following resonance structures (a) H_(2)C = overset(o+)N =overset(Θ) (b) H_(2)overset(o+)C -N =overset(Θ)N (c ) H_(2)overset(Θ)C -overset(o+)N -= N (d) H_(2) overset(Θ)C - N = overset(o+)N .

The correct order of stability of the following resonance structures is (I) H_(2)C = overset(+)(N)= overset(-)(N) " " (II) H_(2)overset(+)(C )-N = overset(-)(N) (III) H_(2)overset(-)(C )-overset(+)(N)-=N " " (IV) H_(2)overset(-)(C )N = overset(+)(N)